So, Einstein's equation \(E=mc^2 \), can rewritten in terms of \(I \) as \(E=mc^2=Iw^2k_2 \) , where \(k_2 \) is some constant, whoose value can be from \(0.5 \) to \(1.0 \) .

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Actually with this equality you can prove anything.....literally anything.

For example, mass is invariant but not the w, consider two neighborhood electrons spinning at same w, and you as observer park yourself on one of the electrons, so for the other electron you will see w = 0, and hence as per your equality mc^2 = 0, so electron mass = 0. Do you see that your proof of r = 1544 fm, fails in #17 itself?

For example, mass is invariant but not the w, consider two neighborhood electrons spinning at same w, and you as observer park yourself on one of the electrons, so for the other electron you will see w = 0, and hence as per your equality mc^2 = 0, so electron mass = 0. Do you see that your proof of r = 1544 fm, fails in #17 itself?

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Here w is with respect to its spin axis. Intrinsic spin w can not be zero.